Rate-In: Information-Driven Adaptive Dropout Rates for Improved Inference-Time Uncertainty Estimation
Tal Zeevi, Ravid Shwartz-Ziv, Yann LeCun, Lawrence H. Staib, John A. Onofrey

TL;DR
Rate-In introduces an information-theoretic method to adaptively tune dropout rates during inference, enhancing uncertainty estimation in neural networks, especially for medical imaging, without requiring labeled data.
Contribution
It proposes a novel, unsupervised algorithm that dynamically adjusts dropout rates at inference time based on information loss, improving uncertainty calibration over fixed rates.
Findings
Improves uncertainty calibration in medical imaging tasks.
Enhances the sharpness of predictive uncertainty estimates.
Maintains predictive accuracy while refining uncertainty estimates.
Abstract
Accurate uncertainty estimation is crucial for deploying neural networks in risk-sensitive applications such as medical diagnosis. Monte Carlo Dropout is a widely used technique for approximating predictive uncertainty by performing stochastic forward passes with dropout during inference. However, using static dropout rates across all layers and inputs can lead to suboptimal uncertainty estimates, as it fails to adapt to the varying characteristics of individual inputs and network layers. Existing approaches optimize dropout rates during training using labeled data, resulting in fixed inference-time parameters that cannot adjust to new data distributions, compromising uncertainty estimates in Monte Carlo simulations. In this paper, we propose Rate-In, an algorithm that dynamically adjusts dropout rates during inference by quantifying the information loss induced by dropout in each…
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Taxonomy
TopicsSimulation Techniques and Applications
MethodsDropout · Monte Carlo Dropout
